Pages that link to "Item:Q1611056"
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The following pages link to Cauchy's continuum. A historiographic approach via Cauchy's sum theorem (Q1611056):
Displaying 11 items.
- God, king, and geometry: revisiting the introduction to Cauchy's \textit{Cours d'analyse} (Q549913) (← links)
- Which notions of function were given by Euler? (Q643311) (← links)
- The first modern definition of the sum of a divergent series: An aspect of the rise of 20th century mathematics (Q1302117) (← links)
- Cauchy's infinitesimals, his sum theorem, and foundational paradigms (Q1616116) (← links)
- Infinite series in a history of analysis. Stages up to the verge of summability (Q2251491) (← links)
- Ambiguities of fundamental concepts in mathematical analysis during the mid-nineteenth century (Q2391790) (← links)
- A new look at e.g. Björling and the Cauchy sum theorem (Q2457842) (← links)
- Exceptions and counterexamples: understanding Abel's comment on Cauchy's theorem (Q2576314) (← links)
- Cauchy, Abel, Seidel, Stokes and the uniform convergence. On the historical difficulty of the argumentation about limits (Q2865623) (← links)
- Cauchy's Continuum (Q5171469) (← links)
- The first and most elementary construction of real numbers -- by Karl Weierstraß (Q6169838) (← links)
